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→Special Values: The values for d = 5, 13, 37 involve cubes as sqrt{-4d} are imaginary discriminants of class number 2. |
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Line 128:
:<math>\lambda^*(1) = \frac{1}{\sqrt{2}}</math>
:<math>\lambda^*(5) = \sin[\frac{1}{2}\arcsin\left(\left(\tfrac{\sqrt{5}-1}{2}\right)^3\right)]</math>
:<math>\lambda^*(9) = \frac{1}{2}(\sqrt{3}-1)(\sqrt{2}-\sqrt[4]{3})</math>
:<math>\lambda^*(13) = \sin[\frac{1}{2}\arcsin\left(
:<math>\lambda^*(17) = \sin\{\frac{1}{2}\arcsin[\frac{1}{64}(5+\sqrt{17}-\sqrt{10\sqrt{17}+26})^3]\}</math>
Line 142:
:<math>\lambda^*(33) = \sin\{\frac{1}{2}\arcsin[(10-3\sqrt{11})(2-\sqrt{3})^3]\}</math>
:<math>\lambda^*(37) = \sin
:<math>\lambda^*(45) = \sin\{\frac{1}{2}\arcsin[(4-\sqrt{15})^2(\sqrt{5}-2)^3]\}</math>
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